Determine the answer to each problem
below. Then write the word in the 10 by 10 matrix using
the following rules:
1N |
The field of mathematics that deals with differentiation and integration is called __________. |
2W |
The _________ of a function exists if the right-hand limit and the left-hand limit both exist and
are equal to each other. |
3E |
The instantaneous rate of change of a function with respect to the variable is called the __________. |
4W |
The derivative of a __________ function is always a constant. |
5N |
When a function can not be defined explicitly, it is best to use __________ differentiation. |
6W |
The line perpendicular to the tangent line is called the __________. |
7W |
The derivative of a function at a point is the slope of the __________ line at that point. |
8W |
The points on a curve where the value is greater than that of the surrounding points is called a
relative __________.
|
9S |
The points on a curve where the value is less than that of the surrounding points is called a
relative __________. |
10S |
A point on the curve where the concavity changes is called a Point of _________. |
11N |
A function is __________ down if f''(x) < 0 . |
12E |
(u v )' = uv' + vu' is called the __________ rule. |
13S |
The derivative of sin(x) with respect to x is the _________ of x. |
14S |
The set of all possible values of the argument of a function is called the __________. |
Many thanks to Nacoe Thomas for finding the error in 11N. The third derivative should have been a second derivative and is now correct.